|
This review has been accessed times since December 15, 2004
Spillane, James P. (2004). Standards deviation: how schools
misunderstand education policy. Cambridge, Massachusetts:
Harvard University Press.
Pp. xi + 205
$45 ISBN 0674013239
Reviewed by Adam Lefstein
King’s College, London
December 15, 2004
Educational reform efforts that seek to deeply and positively
change classroom practices have been notoriously unsuccessful.
James Spillane’s Standards Deviation: How schools
misunderstand education policy adds an important perspective
to study of this problem: how National and State policies are
understood and implemented at the local district and classroom
levels.
Reading Standards Deviation reminded me of a John
Trever cartoon (Note 1)
about the No Child Left Behind Act. In the first frame
President Bush hands an Education Bill to the States, announcing,
“No child left behind!” Next, a State policymaker
exclaims, “Leave no child behind!” to a District
superintendent, who passes the message, “Don’t let
any child fall behind!” to a school principal. The latter
then instructs a teacher, “Don’t let any child fall
behind and fail!” The teacher exhorts parents to
“Don’t fail to get behind your child!”
Finally, the parents warn their child, “Don’t fail or
it’s your behind!”
The cartoonist has captured one of Spillane’s main
ideas, namely, that policy messages are distorted as they filter
down through the various levels of educational administration.
However, Spillane might argue, the cartoonist has mistakenly
depicted local educational administrators as relatively passive
conduits of National policy. Spillane claims that this
simplistic approach to local policymaking is common also in the
scholarly literature, which has largely overlooked the role of
school districts in educational reform. Standards
Deviation is an attempt to fill this gap, by demonstrating
the active and critical roles played by local policy-makers in
interpreting and shaping National and State initiatives. In this
review I first give a general overview of the book and then
critically discuss what I see to be its primary advantages and
shortcomings.
Spillane explores the implementation process of
standards-based reforms of Mathematics and Science teaching in
Michigan between 1992 and 1996. He adopts a cognitive
perspective, which foregrounds how agents in the implementation
process make sense of the policies upon which they act. Spillane
offers a vivid analogy for how this process can be
conceptualized:
Policy implementation is like the telephone game: the player
at the start of the line tells a story to the next person in line
who then relays the story to the third person in line, and so
on. Of course, by the time the story is retold by the final
player to everyone it is very different from the original story.
The story is morphed as it moves from player to player –
characters change, protagonists become antagonists, new plots
emerge. This happens not because the players are intentionally
trying to change the story; it happens because that is the nature
of human sense-making. (p. 8)
The book follows the “stories” of the Mathematics
and Science standards as they are picked up by Michigan
Department of Education officials from National agencies, and
passed on to district and classroom level players. The
organization of its eight chapters reflects this progression:
chapter one provides an introduction to and overview of the book;
chapter two discusses the context and content of State
policy-making with regard to Mathematics and Science standards;
chapters 3-5 explore how policymakers in nine school districts
interpreted, responded to and incorporated the standards into
their instructional policies; chapters six and seven examine how
teachers in those districts understood the standards and enacted
them in their classroom practice; and the final chapter discusses
implications of the study for policy analysis, research and
design.
In the late 1980s two loose coalitions of state officials,
academics and school professionals in Michigan sought to
significantly transform the teaching of Science and Mathematics
in the state. Whereas previous policy – embodied in the
State’s statement of “Essential Goals and
Objectives” and in the Michigan Educational Assessment
Program (MEAP) – had emphasized basic skills, the
reformersendeavoured to join a National movement for more
intellectually challenging standards. Spillane emphasizes that
this program did not involve merely superficial modifications,
but an ambitious and substantial shift in how Science and
Mathematics education should be conceived.
These mathematics and science standards sought tremendous
changes in Michigan classrooms. The successful implementation of
these ideas about mathematics and science education would involve
much more than adding to, subtracting from, or shuffling around
mathematics or science topics. The standards required a
reconceptualization of science and mathematics education. (p.
29)
Spillane summarizes this reconceptualization as a shift from
an exclusive emphasis on procedural knowledge (i.e.
“following predetermined steps to accurately compute
correct answers”) to a curriculum that balances procedural
and principled knowledge (i.e. conceptual understanding).
Spillane expects this shift to be manifested in fundamental
changes in the academic tasks given to students and in the way
students and teachers discuss Mathematics and Science.
State policymakers faced multiple challenges, including
severely limited resources, an unstable political environment and
a fragmented governmental system. Some of these problems led to
inconsistencies in the policy. For example, in a fascinating
section, Spillane recounts how policymakers’ attempts to
align the Mathematics standards and the MEAP were thwarted.
State officials designed a testing instrument relying on multiple
choice questions for one third of the examination, with the other
two thirds consisting of free- or extended response questions,
which were deemed to be better suited for assessing conceptual
understanding. However, financial constraints and legal concerns
ultimately led to a predominantly multiple choice examination,
90% of which measured procedural knowledge, according to one
official’s estimate.
Successful implementation of the standards depended on what
Michigan’s 545 school districts did with them. Spillane
studied how a sample of nine diverse districts responded to the
standards. He found that State policymaking was accompanied by a
flurry of local policymaking in all nine districts, as district
officials attended to the new standards and sought to align their
own curricular guides, materials and professional development
activities to the new State policy. However, in two thirds of
the districts, modifications were for the most part superficial,
primarily involving changes to topic coverage and sequencing. In
only one third of the cases studied did district policy support
the fundamental shifts intended by State policy.
What explains the differences between the high and low support
districts? Spillane suggests that the differences stem from
different understandings of what the standards entailed:
Most district policymakers understood the reform ideas in
ways that preserved conventional views of mathematics and science
as procedural knowledge, teaching as telling or showing, and
learning as remembering. (p. 81)
These policymakers construed new policies as being essentially
similar to previous ideas they held, focussed on surface level
features of policies and attended primarily to the familiar (at
the expense of the novel). Spillane found that officials working
in districts with low support of the standards were far more
likely to have surface understandings of the policy than their
counterparts in the high support districts. He also inquires
into the factors that influence these different understandings,
highlighting human, social and material resources.
The next stage in this policy implementation process is to
follow the standards from the districts into the schools.
Spillane surveyed teachers in order to inquire into the sources
of instructional advice that influence them (e.g. district
policies, State standards), their beliefs about Mathematics and
its instruction and the teaching practices in which they engage.
Teachers reported that the district policy was their main source
of advice, often mediating and amplifying messages from State and
national sources. Results from the survey suggest also that
teachers’ beliefs about Mathematics were more closely
aligned with the reform ideas (e.g. “To be good in
mathematics [it is very important] for students to be able to
provide reasons to support their solutions.”) than with
conventional beliefs (e.g. “To be good in mathematics [it
is very important] for students to remember formulas and
procedures.”). Regarding teachers’ reports about
their own instructional practices results were more mixed, with
some practices promoted by the reforms being adopted more widely
than others. A regression analysis suggests that district
policies are an important factor in teachers’ (reported)
practice. In the districts with high support for the standards,
“teacher familiarity with their district’s…
curricular guide was a significant predictor of
standards-oriented instruction” (p. 135).
Spillane is aware that teachers’ reports of practice do
not necessarily reflect what actually happens in their
classrooms. Thus, he and his colleagues randomly selected a
sample of teachers from among the 10% who reported practices most
closely aligned with the standards. Each of these teachers were
observed and interviewed twice. Of the 25 primary teachers
observed, Spillane judged only four to be balancing principled
and procedural understanding as intended by the reform policy.
He terms this “level I” implementation. In Level II
implementation (10 classrooms), students engage with principled
tasks, but classroom discourse is devoted to procedural issues.
Level III implementation (11 classrooms) can be summarized as
“new activities, old mathematics”: “while we
observed tasks that involved problem solving and applying
mathematics to real-world situations, these tasks focused almost
exclusively on procedural knowledge and facts… represented
mathematics as being chiefly, often exclusively, about computing
right answers using predetermined formulas and procedures”
(p. 148).
These results are sobering for anyone hoping to enact
meaningful reform of instructional practice. Recalling that
these teachers were selected from a subsample of respondents
reporting highest adherence to the standards, it is reasonable to
assume that a very small proportion (e.g. 16% of %10 = %1.6?) of
teachers are implementing the standards as intended. On the
other hand, Standards Deviation does give some room for
hope: it shows that policy is not irrelevant to practice, and
that the system has worked for some of the teachers. In the
final sections of the book Spillane looks closely at the Level I
implementers and their circumstances. He describes teacher
sense-making of the standards as complicated and arduous. Among
the factors that positively impinge upon this process are
sense-making resources, opportunities for investigation and a
school culture that enables and encourages teacher
collaboration.
I highly recommend Standards Deviation to academics and
professionals interested in school reform. Its subject matter is
timely and important, and it adds important perspective to
studies of policy implementation, both in terms of its cognitive
focus on individual sense-making and with regard to the way it
highlights local district policymaking. It is very well-written:
the prose is straightforward and clear, the argument coherent,
and personal profiles and vignettes at the beginning of each
chapter bring the material alive. I would also recommend
Standards Deviation to research students interested in a
good example of an elegant combination of multi-level analysis,
methodological flexibility and a coherent framework.
Finally, without intending to diminish that recommendation in
any way, I want to offer two criticisms of Spillane’s
argument and what I see as problematic assumptions upon which it
is based.
The first assumption I wish to question is that there is one
correct understanding of the policies advanced. Spillane is very
clear in distinguishing between policymakers’ true
intention – i.e. instruction reflecting a balance of
principled and procedural knowledge – and users’
surface or mis- understandings of the policy – i.e. aspects
relating to the organization of topics covered and/or selection
of activities. This distinction seems problematic in light of
the book’s discussion of the inconsistencies in State
policy. Specifically and most strikingly, the MEAP and the
“Essential Goals and Objectives” reflected two
different instructional approaches. Similarly, districts
communicated to schools conflicting messages. As Spillane notes
in his concluding chapter, “policy might best be thought
about as plural rather than singular” (p. 172).
However, Spillane does not discuss the implications of this
plurality for his argument as a whole. If “the
policy” is actually plural, and thus lends itself to
multiple understandings – why cast any interpretation
except that favored by Spillane as a misunderstanding?
Perhaps district policymakers and teachers have understood the
mixed messages being transmitted by the State and have chosen to
adopt the version upon which they will be tested. Or perhaps
they have understood the ambitious intentions behind the
standards, but see them as unworkable. While I am personally
sympathetic to the educational aims and values implicit in
Spillane’s interpretation, it is unfortunate that he has
denigrated others’ divergent interpretations by casting
them as the result of a cognitive shortcoming. This approach may
limit a more complete understanding of the problem.
The second problem I wish to raise concerns the assumption
implicit throughout the book that teachers’ beliefs and
understandings about instruction are key determinants of their
practice. Spillane writes, for example,
[T]eachers who view mathematics exclusively in terms of
procedural knowledge will differ in how they present mathematics
to students compared with teachers who appreciate mathematics as
involving principled knowledge. (p. 124)
While this assumption seems common-sensical, there is good
reason to believe that the relationship between a teacher’s
cognition and practice is not so straightforward. Rather, much
of what happens in the classroom is the product of unconscious
habits and routine interactional norms. Spillane’s
discussion of level III implementers is suggestive of this
dynamic. He documents how discourse in these teachers’
classrooms focused on getting the right answer instead of
providing opportunities for exploring mathematical
reasoning.
Teachers nonetheless seemed to recognize the importance of
having students publicly explain and support their ideas…
Yet we found scant evidence that these teachers encouraged
students to explain or justify their mathematical thinking. They
were aware that engaging students in conversations about
mathematics was important, but acknowledged that nurturing these
conversations was difficult. One elementary teacher remarked,
“As a teacher, I find it really hard not to give them the
answer.” Other teachers made similar comments. (p.
154).
If teaching activity is primarily governed by a
teacher’s beliefs and understanding, why would the teacher
interviewed find it “really hard not to give them the
answer”? The answer, I believe, is that most actions in
the classroom are a function of habit, not conscious decisions.
They are a function of one’s identity, “as a
teacher”. The teacher in this example experiences tension
between what she thinks (i.e. the teacher shouldn’t always
give students the answer) and the teaching role to which she has
become accustomed (i.e. the bearer of truth and solver of
problems). Moreover, teachers’ actions are not entirely
their own. Rather, they are at least partially the product of
interaction with students, who bring their own
expectations about mathematics instruction to the classroom.
Frustrating those expectations, at least in the short term, can
create numerous other difficulties, which may partially explain
the sketchy implementation Spillane documents.
In closing, I would like to emphasize that, notwithstanding
these criticisms, Standards Deviation makes an important
contribution to understanding the complicated yet critical
problem of implementing meaningful and ambitious instructional
change.
Note
1.
AlbuquerqueJournal, January 10, 2002. (Available
on-line at
http://cagle.slate.msn.com/politicalcartoons/pccartoons/archives/trever.asp?Action=GetImage)
About the Reviewer
Adam Lefstein is a doctoral student in Educational Studies at
King's College London. His research explores teacher enactment
of the UK National Literacy Strategy. He has previously worked
as a teacher, facilitator of teacher learning and director of a
school reform program at the Branco Weiss Institute in
Jerusalem.
~
ER home |
Reseņas Educativas |
Resenhas Educativas ~
~
overview | reviews | editors | submit | guidelines | announcements
~
| |